Math 234-Calculus II Summer 2020

Lab 4

1 Directions

Go to https://student.desmos.com and type in this lab's code: M3D DTP.

Let \[f(x) = \frac{2}{\sqrt{\pi}} e^{-x^2}.\]

1.1 Problem 0

Enter your name and SFA email, I need to know who to give the grades to.

1.2 Problem 1

  1. Add sliders for \(N \in [2,3,\ldots, 100]\), \(a,b \in [-10,10]\).
  2. Approximate the area under the curve of \(f(x)\) over \([a,b]\) with \(N\) partitions using the Simpson's Rule. Your answer should reflect changes in any of the three sliders defined in Step 1.

1.3 Hint

2 Solutions


Author: Ryan Jensen (ryan.jensen@mathnotes.cc)

Modified: 2020-07-29 Wed 16:05

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